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This paper studies the stabilization problem of large scale nonlinear systems described by the interconnected T-S fuzzy-models by using an integral Lyapunov functional and adding appropriate slack variables. Simulation examples are presented to illustrate the proposed stabilization techniques.
This paper investigates the stability problem of large scale nonlinear systems described by the interconnected T-S fuzzy-models. Using an integral Lyapunov functional and adding slack variables, less conservative stability conditions derived in LMIs terms are proposed. Simulation examples are presented to illustrate and to compare the effectiveness of the proposed stability techniques.
This paper deals with the networked decentralized control problem for vehicle dynamics stability. Firstly, the nonlinear roll, sideslip, Yaw model of the vehicle dynamics is represented by an interconnected Takagi-Sugeno (TS) fuzzy model. Secondly, using a fuzzy Lyapunov- Krasovskii functional, asymptotic stability sufficient conditions of vehicle behavior through a decentralized networked control...
The aim of this paper concerns the design of a process control algorithm for a class of continuous large-scale systems where the measures and control functions are distributed on calculating members which can be shared with other applications and connected to digital network communications. At first, the nonlinear large-scale system is described by a Takagi-Sugeno fuzzy model (TS). After that, by...
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